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Boundedness of singular integral operators with variable kernels

Authors:	Ming-Yi Lee Chin-Cheng Lin Ying-Chieh Lin

Institution:	^a Department of Mathematics, National Central University, Chung-Li 320, Taiwan ^b School of Information Science and Engineering, Graduate University of the Chinese Academy of Sciences, Beijing 100080, China

Abstract:	Let K be a generalized Calderón-Zygmund kernel defined on Rn×(Rn?{0}). The singular integral operator with variable kernel given by

Keywords:	_method=retrieve& _eid=1-s2 0-S0022247X08007713& _mathId=si7 gif& _pii=S0022247X08007713& _issn=0022247X& _acct=C000051805& _version=1& _userid=1154080& md5=2b92dfacf103d86a94a9922c1ea40d42')" style="cursor:pointer Ap weights" target="_blank">" alt="Click to view the MathML source" title="Click to view the MathML source">Ap weights _method=retrieve& _eid=1-s2 0-S0022247X08007713& _mathId=si8 gif& _pii=S0022247X08007713& _issn=0022247X& _acct=C000051805& _version=1& _userid=1154080& md5=2b8902de3fa80deef97a526a4e7766ca')" style="cursor:pointer Lq-Dini condition" target="_blank">" alt="Click to view the MathML source" title="Click to view the MathML source">Lq-Dini condition _method=retrieve& _eid=1-s2 0-S0022247X08007713& _mathId=si9 gif& _pii=S0022247X08007713& _issn=0022247X& _acct=C000051805& _version=1& _userid=1154080& md5=52f4e39783d7f88082f535e5c6b70d21')" style="cursor:pointer Lq-Hö" target="_blank">" alt="Click to view the MathML source" title="Click to view the MathML source">Lq-Hö rmander condition Singular integral operators Variable kernel
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